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协同构象自由度作为变构通讯的结构基础。

Coherent conformational degrees of freedom as a structural basis for allosteric communication.

机构信息

Computational Biology Unit/Uni Research, University of Bergen, Bergen, Norway.

出版信息

PLoS Comput Biol. 2011 Dec;7(12):e1002301. doi: 10.1371/journal.pcbi.1002301. Epub 2011 Dec 8.

Abstract

Conformational changes in allosteric regulation can to a large extent be described as motion along one or a few coherent degrees of freedom. The states involved are inherent to the protein, in the sense that they are visited by the protein also in the absence of effector ligands. Previously, we developed the measure binding leverage to find sites where ligand binding can shift the conformational equilibrium of a protein. Binding leverage is calculated for a set of motion vectors representing independent conformational degrees of freedom. In this paper, to analyze allosteric communication between binding sites, we introduce the concept of leverage coupling, based on the assumption that only pairs of sites that couple to the same conformational degrees of freedom can be allosterically connected. We demonstrate how leverage coupling can be used to analyze allosteric communication in a range of enzymes (regulated by both ligand binding and post-translational modifications) and huge molecular machines such as chaperones. Leverage coupling can be calculated for any protein structure to analyze both biological and latent catalytic and regulatory sites.

摘要

变构调节中的构象变化在很大程度上可以描述为沿着一个或几个相干自由度的运动。所涉及的状态是蛋白质固有的,从某种意义上说,即使没有效应配体,蛋白质也会经历这些状态。此前,我们开发了结合杠杆度的测量方法来寻找配体结合可以改变蛋白质构象平衡的位点。结合杠杆度是针对一组代表独立构象自由度的运动矢量计算的。在本文中,为了分析结合位点之间的变构通讯,我们引入了杠杆耦合的概念,其假设是只有耦合到相同构象自由度的配对位点才能变构连接。我们展示了如何使用杠杆耦合来分析一系列酶(受配体结合和翻译后修饰调节)和分子机器(如伴侣蛋白)中的变构通讯。杠杆耦合可以计算任何蛋白质结构,以分析生物和潜在的催化和调节位点。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/df51/3234217/cf9c991fcb40/pcbi.1002301.g001.jpg

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